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Spectral Analysis of Infinite-Dimensional Hamiltonian Operators
by Alatancang Chen · Deyu Wu · Junjie Huang · GuolinHou
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ISBN: • Publisher: Springer Nature Singapore • Year: 2026
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[color=#55acee]🌐 Language: English
[color=#44bb44]📄 Pages: 320
[color=#ff9900]📋 INFO: English | April 4, 2026 | ISBN-10: 9819521084 | 322 pages| Epub PDF (True) | 33 MB
[color=#888888]📝 DESCRIPTION: This book provides a systematic summary and condensation of research on infinite-dimensional Hamiltonian operator spectrum theory over the past thirty years, and offers simple and concise proofs for some new achievements.
The book first introduces Hamiltonian systems, both finite-dimensional and infinite-dimensional, laying the foundation for the subsequent introduction of infinite-dimensional Hamiltonian operator spectrum theory. Chapter 2 presents the infinite-dimensional Hamiltonian operator and systematically elaborates on its spectral properties. Chapters 3 and 4 focus on the completeness of the characteristic function system and the symplectic self-adjointness of infinite-dimensional Hamiltonian operators, respectively, achieving improvements and deepening of the relevant content. Chapters 5 and 6 introduce the numerical range and the theory of indefinite metric spaces related to infinite-dimensional Hamiltonian operators, reflecting the broader application prospects of such operators and the novelty of the book’s scope.
[color=#ff9900]📦 Download Info
Folder: Spectral Analysis Of Infinite Dimensional Hamiltonian Operators
Format: EPUB
Total Size: 33.81 MB
📋 File List:
[size=2]
📌 978-981-95-2109-8.epub (Alatancang Chen · Deyu Wu · Junjie Huang · GuolinHou) (2026) (26.55 MB)
📌 978-981-95-2109-8.pdf (Alatancang Chen · Deyu Wu · Junjie Huang · GuolinHou) (6.26 MB)
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